Explanation Given Information: The voltage generated by the simple generator is given by the relation as, v = V sin x Here, V is the maximum voltage generated by the generator. The maximum voltage generated is 36 V . Graph: Consider the equation, v = V sin x As the maximum voltage generated is 36 V . Therefore, v = 36 sin x Now, the above equation needs to be graphed for two revolutions in the multiples of 30 ° . That is, the equation needs to be graphed in the range of 0 ° to 720 ° in the multiples of 30 ° . Consider the equation, v = 36 sin x . Use Ti-83 calculator to find the value of y = 36 sin x rounded to four significant digits, Step 1: Press ‘ON’ key. Step 2: Press ‘MODE’ key and set the mode to degree. Step3: Go to “ Y= ”button. And write the equation as, Y 1 = 3 6*sin ( X ) Step 4: Press 2nd then WINDOW key and set the TblStart as 0, Δ Tbl as 30 and select Independent as “Ask” and dependent as “Auto”. Step5: Press 2nd then graph, a table will open. Enter the different values of x from 0 to 360 and the corresponding value of the equation will obtained in the second column Y 1 . The values obtained as, X Y 1 0 ° 0 30 ° 18 60 ° 31

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ISBN: 9781285199191

Author: Dale Ewen, C. Robert Nelson

Publisher: Cengage Learning

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Chapter 14.1, Problem 21E

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To graph: The equation of the voltage generated v=Vsinx by a simple generator in the multiple of 30° for two complete revolutions when maximum voltage generated is 36 V.

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Chapter 14.1, Problem 20E

Chapter 14.1, Problem 22E

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To graph: The equation of the voltage generated v = V sin x by a simple generator in the multiple of 30 ° for two complete revolutions when maximum voltage generated is 36 V .

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To graph: The equation of the voltage generated v=Vsinx by a simple generator in the multiple of 30° for two complete revolutions when maximum voltage generated is 36 V.

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Chapter 14 Solutions